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)
Read the summing-up of the conference.
Central bank digital currencies (CBDCs) are about changing scope and geography of central bank money. For domestic generalised use, a retail CBDC could be offered as an alternative payment medium and provide a new payments infrastructure while offering innovative approaches to taxation and other fiscal operations. For international use, CBDC has now been elevated to the international economic policy agenda by the G20 as an instrument to improve international payments and may be conducive towards recalibrating the relative attractiveness of national currencies also as earlier stipulated by the ECB.
The objective of the conference was to address current cutting edge questions related to the development and deployment of CBDC bringing together scholars, central banks, banks, and fintech companies to facilitate an inter-active and inter-disciplinary dialogue on the relationship between CBDC and new roles for central bank money. The conference aimed to offer the best possible insights about and serve as reference for CBDC.
Programme
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Day 1 Thursday, 22 April, 2.00pm-6.00pm (BST)
International Challenges
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2.00-3.30
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Opening remarks by the Chairs of the conference
Andrés Velasco, Dean, School of Public Policy, LSE
Ricardo Reis, Professor, Department of Economics and Director, Centre for Macroeconomics, LSE
Ousmène Mandeng, Visiting Fellow, LSE and Senior Advisor, Accenture
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Session 1: International payment problems and CBDC
Moderator: Ousmène Mandeng, LSE and Accenture.
Speakers: Daniel Heller, Fnality International; Keyu Jin, LSE; Tim Masela, South African Reserve Bank; David Mills, Federal Reserve System; Jürgen Schaaf, European Central Bank.
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View the livestreaming recording.
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3.45-4.45
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Session 2: Jurisdictional and regulatory boundaries
Moderator: Laetitia Grimaud-Agaesse, Natixis.
Speakers: Philipp Haene, BIS Innovation Hub; Richard Hay, Linklaters; Christian Pfister, Banque de France.
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View the livestreaming recording.
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5.00-6.00
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Session 3: Inter-operability between DLT platforms
Moderator: Peter Bramm, SAP.
Speakers: Ricardo Correia, R3; Darko Pilav, Digital Asset; Matthieu Saint Olive, ConsenSys; Kathy Yuan, LSE.
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Day 2 Friday, 23 April, 3.00pm-5.15pm (BST)
Domestic Challenges
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3.00-4.00
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Session 1 : Do we need retail CBDC and why?
Moderator: Lee McNabb, NatWest.
Speakers: Christian Catalini, Diem Association; Scott Hendry, Bank of Canada; Björn Segendorf, Sveriges Riksbank; John Whelan, Banco Santander.
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4.15-5.15
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Session 2: CBDC and fiscal operations
Moderator: Piroska Nagy-Mohácsi, Macroeconomic Advisory Group.
Speakers: Ousmène Mandeng, LSE and Accenture; Ian Roxan, LSE; Gerardo Uña, IMF.
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View the livestreaming recording.
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